@@tbone28steak Well, the laplace transform is one meant to turn differential equations in to algebraic equations. Its an integral, running from zero to ∞ with some exponential terms and your function (which you want to transform). The most important point is that it takes some function in terms of t, so f(t) or i assume a function of time because those are pretty common in ODEs (ODE = ordinary diff. Equation) and transforms it in to a function in terms of S, so f(t) -->laplace--> F(s). Sorry if the explanation is not understandable or too long, but i hope i got the basic point across.
@@Qrudi234 i am scared. But i think i have might slightly recognize. Zero to infinity reminds me of an inverse parabola or something where the line gets closer to infinity or negative infinity so it creates an arc on a Cartesian plane. Sorry if im wrong but this is what I have in mind so far.
@@tbone28steak infinity in math has many uses and interpretations. In calculus there are limits and infinitesimals, then, after a while you get to improper integrals. They are just like normal integrals, but instead of going from 1 to 10 they go from 1 to ∞
I bet you're just spending your time editing, and when your parents walk in, they see the math and go "Oh, he's studying". Or even better, you're studying using the editing software
The edits are perffectt the math scares me but is somehow epicc
Yk i knew abt the laplace transformation and what it did, but i never knew how to use it practically, its more intimidating than i thought.
@@Qrudi234 like most math taught in schools i think.. also could you explain the laplace transformation. If you want to. it seems kind of interesting
@@tbone28steak Well, the laplace transform is one meant to turn differential equations in to algebraic equations. Its an integral, running from zero to ∞ with some exponential terms and your function (which you want to transform). The most important point is that it takes some function in terms of t, so f(t) or i assume a function of time because those are pretty common in ODEs (ODE = ordinary diff. Equation) and transforms it in to a function in terms of S, so f(t) -->laplace--> F(s). Sorry if the explanation is not understandable or too long, but i hope i got the basic point across.
@@Qrudi234 i am scared. But i think i have might slightly recognize. Zero to infinity reminds me of an inverse parabola or something where the line gets closer to infinity or negative infinity so it creates an arc on a Cartesian plane. Sorry if im wrong but this is what I have in mind so far.
@@tbone28steak infinity in math has many uses and interpretations. In calculus there are limits and infinitesimals, then, after a while you get to improper integrals. They are just like normal integrals, but instead of going from 1 to 10 they go from 1 to ∞
The glorious feeling of watching this having passed the calculus class 😌
Laplace without phonk:ok boomer
Laplace with phonk: ah yes I know understand
taking a differential equations class and cool to see this makes sense now heh
Your math edits do be hella fire
That was sick i need a longer one
Make edits about anime?
Make edits about complex math tutorials
bro you are actually a chad
i simply love you
The Final Boss of ODEs
Your edits motivate me to do math!! Thank you.
my head hurts
Ulternate title would be: Le Professeur
Oh.......no......., THIS is what I have to look forward to........ I'm done for
I bet you're just spending your time editing, and when your parents walk in, they see the math and go "Oh, he's studying".
Or even better, you're studying using the editing software
bro, sick.
Try making The Mechanical Universe by Caltech
I don't understand jack shit but you're speaking hard FACTS
U should do a topology loop spinner
Wait I just realized, isnt that just a Linear diff equation? why even use Laplace transforms, just multiply by Integrating factor
The math lore... What does it mean???
❤️🌹
Hardest calc edit
if you would write it all down with latex, it would look better
too fast for me to feel anything
What song
In the description